$\frac{\left(sin\:x+cos\:x\right)^2}{1+2sin\:x\:cos\:x}=1$
$x^2\ge1$
$\sqrt[3]{9p^2q}.\:\sqrt[6]{81p^5}$
$\frac{dx}{dt}=7xt^2$
$\sqrt{1008a^4b^6c^5}$
$-3b-15>-24$
$\left(3x^2y^7m^9n^6\right)\left(-5x^6y^2m^4n^8\right)$
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